- InChI
- InChI=1S/C15H26OSi/c1-11(2)13-9-8-10-14(12(3)4)15(13)16-17(5,6)7/h8-12H,1-7H3
- InChI Key
- HFXPVIJMODWJMO-UHFFFAOYSA-N
- Formula
- C15H26OSi
- SMILES
-
CC(C)c1cccc(C(C)C)c1O[Si](C)(C
)C - Molecular Weight1
- 250.45
- ω : Acentric Factor.
- ΔfG° : Standard Gibbs free energy of formation (kJ/mol).
- ΔfH°gas : Enthalpy of formation at standard conditions (kJ/mol).
- ΔvapH° : Enthalpy of vaporization at standard conditions (kJ/mol).
- IE : Ionization energy (eV).
- log10WS : Log10 of Water solubility in mol/l.
- logPoct/wat : Octanol/Water partition coefficient.
- Pc : Critical Pressure (kPa).
- Inp : Non-polar retention indices.
- Tboil : Normal Boiling Point Temperature (K).
- Tc : Critical Temperature (K).
- Tfus : Normal melting (fusion) point (K).
- Vc : Critical Volume (m3/kmol).
- 1: Molecular weight from the IUPAC atomic weights tables.
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Physical Properties
| Property | Value | Unit | Source |
|---|---|---|---|
| ω | 0.5308 | Relay (... Calculated Property | |
| ΔfG° | 44.48 | kJ/mol | Relay (... Calculated Property ⚠️ |
| ΔfH°gas | -390.73 | kJ/mol | Relay (... Calculated Property |
| ΔvapH° | 66.12 | kJ/mol | Relay (... Calculated Property |
| IE | 8.41 | eV | Relay (... Calculated Property |
| log10WS | -4.53 | Relay (... Calculated Property | |
| logPoct/wat | 5.147 | Crippen Calculated Property | |
| Pc | 1278.03 | kPa | Relay (... Calculated Property ⚠️ |
| Inp | 1392.60 | NIST | |
| Tboil | 519.68 | K | Relay (... Calculated Property |
| Tc | 714.74 | K | Relay (... Calculated Property |
| Tfus | 272.39 | K | Relay (... Calculated Property |
| Vc | 0.859 | m3/kmol | Relay (... Calculated Property |
Similar Compounds
![Silane, trimethyl[5-methyl-2-(1-methylethyl)phenoxy]-.](data:image/png;base64,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)
Find more compounds similar to Propofol, trimethylsilyl ether.
Sources
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- Crippen Method
- NIST Webbook
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